{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "205e5714-fadf-4889-919a-84e9822fcd6d",
   "metadata": {},
   "source": [
    "# Waveform Generator\n",
    "\n",
    "The PSLab's waveform generator can output several types of functions on two channels, at frequencies between 20 Hz - 5 kHz."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "81a3abec-c4a5-4f0e-98b3-82362e29a341",
   "metadata": {},
   "outputs": [],
   "source": [
    "import pslab\n",
    "psl = pslab.ScienceLab()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03df11a9-a29c-43ad-a6e6-33d5e11be309",
   "metadata": {},
   "source": [
    "By default, the waveform generator outputs sine waves. To begin with, let's generate a 50 Hz size wave. Connect SI1 to CH1 to use the oscilloscope to observe the output."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "e7e6b3e4-7747-4de1-8b7d-c83549954b60",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7d41c21c90>]"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "psl.waveform_generator.generate(channels=\"SI1\", frequency=50)\n",
    "x, y = psl.oscilloscope.capture(channels=\"CH1\", samples=10000, timegap=4)\n",
    "plt.plot(x, y)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "271614b0-68bd-4ce3-8a37-347b939c34f1",
   "metadata": {},
   "source": [
    "The waveform generator has two channels. Let's add the second one. The `phase` argument is used to offset the two functions from each other, in degrees. Connect SI2 to CH2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "c97e8c48-f91b-4876-affd-9271de771af9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7d41aa3610>,\n",
       " <matplotlib.lines.Line2D at 0x7f7d41ad82d0>]"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "psl.waveform_generator.generate(channels=2, frequency=50, phase=90)\n",
    "x, y, z = psl.oscilloscope.capture(channels=2, samples=5000, timegap=8)\n",
    "plt.plot(x, y, x, z)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3e5a60c-2c3e-41b1-b1ed-5d18ede0214c",
   "metadata": {},
   "source": [
    "The waveform generator can also output other functions. `pslab-python` has two functions built-in: \"sine\" and \"tria\". These can be passed to the `WaveformGenerator.load_function` method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "461354d4-e961-439a-b271-a4783364d41f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7d41b31690>,\n",
       " <matplotlib.lines.Line2D at 0x7f7d41ab0cd0>]"
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "psl.waveform_generator.load_function(channel=\"SI1\", function=\"tria\")\n",
    "x, y, z = psl.oscilloscope.capture(channels=2, samples=5000, timegap=8)\n",
    "plt.plot(x, y, x, z)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0fc3eb69-936a-42e9-bccf-32c253bd2818",
   "metadata": {},
   "source": [
    "Here we see that the two channels can independantly output different functions. Note also that when the function is changed, the output continues as before, with the same frequency and phase, without needing to be restarted.\n",
    "\n",
    "It is also possible to supply custom functions by passing a callable in the `function` parameter. The callable should take a single argument, the function's x-value.\n",
    "\n",
    "When generating custom functions, it is necessary to specify the x-span over which the function is periodic. For example, sine is periodic over \\[0, 2π].\n",
    "\n",
    "The function's return values over the x-span should be in the range \\[-3.3, 3.3]. If the return values fit within a smaller range like this, the actual output from the PSLab will have the same amplitude, but centered on zero.\n",
    "\n",
    "Let's super-impose two sine waves with different frequencies:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 68,
   "id": "4c05e475-4560-4ee8-bd35-d605724f340b",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Analog output SI2 saturated.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7d419129d0>,\n",
       " <matplotlib.lines.Line2D at 0x7f7d41912c10>]"
      ]
     },
     "execution_count": 68,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "def supersines(freq1, freq2):\n",
    "    return lambda x: 2.2 * np.sin(freq1 *x) + 1.1 * np.sin(freq2 * x)\n",
    "psl.waveform_generator.load_function(channel=\"SI2\", function=supersines(1, 5), span=[0, 2 * np.pi])\n",
    "x, y, z = psl.oscilloscope.capture(channels=2, samples=5000, timegap=8)\n",
    "plt.plot(x, y, x, z)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a22188e-2559-4ffd-b55a-c00aeb55d6c8",
   "metadata": {},
   "source": [
    "Saw-tooth wave:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "id": "bcab2286-488d-4fad-8808-cb81390c3f67",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7d41799c50>,\n",
       " <matplotlib.lines.Line2D at 0x7f7d41949d90>]"
      ]
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def sawtooth(x):\n",
    "    return -6.6 * (x % 1) + 3.3\n",
    "psl.waveform_generator.load_function(channel=\"SI1\", function=sawtooth, span=[0, 1])\n",
    "x, y, z = psl.oscilloscope.capture(channels=2, samples=5000, timegap=8)\n",
    "plt.plot(x, y, x, z)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9c76d5e2-7d42-4a11-8e92-e2a0d23493e7",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
